A tecnologia de videogame aprimorada contribui para diminuir as horas de trabalho
Um estudo coautorizado por Yale SOM Dean Kerwin K. Charles, usando um novo manãtodo para estimar a demanda por lazer, conclui que o aprimoramento da tecnologia causou grande parte do aumento nos jogos e quase metade do declanio nas horas de trabalho
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)
Reprodução
Entre 2004 e 2017, as horas semanais trabalhadas por homens americanos na casa dos 20 anos caaram 1,8 horas por semana, ou 4,5%; durante o mesmo período, as horas trabalhadas por homens mais velhos diminuaram apenas 30 minutos. Um estudo coautorizado por Yale SOM Dean Kerwin K. Charles propaµe uma explicação para grande parte da lacuna entre os dois grupos de idade: os videogames estãocada vez melhores. Â
O estudo, coautor de Mark Aguiar da Universidade de Princeton, Mark Bils da Universidade de Rochester e Erik Hurst da Universidade de Chicago e publicado no Journal of Political Economy , faz uso de dia¡rios de tempo coletados pelo American Time do governo federal Use Surveys. De acordo com a pesquisa, os homens de 21 a 30 anos aumentaram seus jogos e outros usos recreativos do computador em 2,7 horas por semana, ou 60%, entre o período de 2004-07 e o período de 2014-17. (Durante o mesmo período, o uso recreativo do computador aumentou 1,1 hora por semana para as mulheres jovens e 0,4 horas para as mulheres mais velhas; permaneceu atémesmo para os homens mais velhos.) O que causou esse aumento substancial nos jogos para homens jovens - e causa isso explicar a queda na jornada de trabalho para este grupo?Â
Uma explicação prova¡vel para o aumento acentuado dos jogos e da computação éque eles se tornaram mais atraentes a medida que a tecnologia melhorou nas primeiras duas décadas do século 21. Mas, apontam os pesquisadores, as horas gerais de lazer também aumentaram no mesmo período de tempo para os homens jovens. Pode ser, eles escrevem, que várias atividades de lazer “diferem em termos de seus rendimentos decrescentes†- isto anã, horas extras dedicadas a videogames são mais recompensadoras do que horas extras gastas jogando softball ou pa´quer. Se for esse o caso, o aumento no jogo éatribuavel a mais horas de lazer, não a uma mudança no jogo em si - e teria acontecido mesmo se o jogo não tivesse melhorado.
A fim de descobrir se o aumento nos jogos e em outra computação recreativa foi resultado de uma tecnologia melhorada, os pesquisadores desenvolveram um novo manãtodo para estimar a demanda de lazer, aproveitando asmudanças repentinas no tempo de lazer como a causada pela Grande Recessão. Uma vez que asmudanças em várias atividades de lazer em tais momentos não podem ser atribuadas amudanças de longo prazo nas preferaªncias ou tecnologia, acompanha¡-los permitiu aos pesquisadores construir uma "curva de Engel de lazer" - uma variação em um gra¡fico de economia cla¡ssico - mostrando como a demanda por uma determinada atividade de lazer aumentaria devido a quantidade de tempo de lazer disponavel.Â
Imagens esta¡ticas de Grand Theft Auto: San Andreas, o jogo mais vendido de 2004, e
Call of Duty: WWII, o jogo mais vendido de 2017.
Os dados mostraram uma curva de demanda de jogos marcadamente diferente para homens na faixa dos 20 anos do que para outros grupos. “Descobrimos que jogos e computação recreativa são distintamente um luxo de lazer para homens mais jovens, mas apenas uma atividade de luxo modesta para outros gruposâ€, escrevem os autores. “Um aumento de 1% no tempo de lazer estãoassociado a um aumento de cerca de 2,5% no tempo de computação recreativa para homens mais jovens, cerca de 1 ponto percentual a mais do que a elasticidade encontrada para outros grupos demogra¡ficos.â€
De acordo com a curva de Engel de lazer para homens jovens, a procura de jogos teria aumentado 22% entre 2004-07 e 2014-17 devido ao aumento do tempo de lazer; o restante do aumento de 60% em jogos, portanto, éatribuavel ao fator que foi mudando ao longo do tempo: tecnologia aprimorada.Â
A etapa final do estudo foi entender como o aprimoramento da tecnologia e a demanda resultante por jogos afetaram o tempo de trabalho. Os pesquisadores estimaram que o aumento da demanda por jogos por parte dos rapazes efetivamente aumentou seu “sala¡rio de reserva†- o pagamento manimo que eles estariam dispostos a aceitar - em 2,5%. Em contraste, a melhoria da tecnologia de jogos aumentou o sala¡rio de reserva em 1% para as mulheres jovens e não teve efeito sobre o sala¡rio de reserva dos trabalhadores mais velhos. O aumento do sala¡rio reserva corresponde a uma redução da jornada de trabalho de 2,2% - quase a metade da queda geral da jornada de trabalho para os homens jovens. Charles e seus coautores concluem que a tecnologia aprimorada éresponsável por quase três quartos da diferença entre o declanio das horas de trabalho para os homens jovens e o menor declanio nas horas trabalhadas pelos homens mais velhos.